Lei Yang

activity

20012020

most citedHessian polyhedra, invariant theory and Appell hypergeometric partial differential equations

2 citations · 5 across the 5 of their papers we have counts for

collaborators

Showing 2020Show all

3 papers · 1 filter

math.NT2020

$E_{8}$ -singularity, invariant theory and modular forms

Lei Yang

As an algebraic surface, the equation of $E_{8}$ -singularity $x^{5} + y^{3} + z^{2} = 0$ can be obtained from a quotient $C_{Y} / SL (2, 13)$ over the modular curve $X (13)$ , where $Y \subset \…

math.NT2020

Bad( $w$ ) is hyperplane absolute winning

Victor Beresnevich, Erez Nesharim, Lei Yang

In 1998 Kleinbock conjectured that any set of weighted badly approximable $d \times n$ real matrices is a winning subset in the sense of Schmidt's game. In this paper we prove this…

math.NT2020

Winning property of badly approximable points on curves

Victor Beresnevich, Erez Nesharim, Lei Yang

In this paper we prove that badly approximable points on any analytic non-degenerate curve in $R^{n}$ is an absolute winning set. This confirms a key conjecture in the area…

E8​-singularity, invariant theory and modular forms

Bad(w) is hyperplane absolute winning

Winning property of badly approximable points on curves

$E_{8}$ -singularity, invariant theory and modular forms

Bad( $w$ ) is hyperplane absolute winning